The idea of this paper is to try to give the novel of Gerd Brantenberg, Egalias döttrar, another profundity. To take the book to another dimension, by using the theory of Judith Butler, queer, and her criticism of the Monique Wittig’s earlier theories of the subject queer. I examine how the language is used through a queer analysis by performing a closely reading. My position is that the language assumes a heterosexual norm, which is unveiled by queer. Further I analyse the impor-tance of penetration in the heterosexual society.

Plato's late works contain an unexpectedly consistent treatment of the physics and metaphysics of souls. In the course of showing this, I argue that: (1) the middle period dialogues Phaedo and Republic assume, but do not mention, a Form of Soul; (2) the Timaeus contains a physical theory according to which all changes of every kind are forms of spatial motion; (3) Plato's view of souls as self-movers is identifiable in more of his late dialogues than is usually recognized (namely, in the Statesman as well as in the Phaedrus, Timaeus, and Laws ); (9) in the definition of souls as self-movers, "motion" should be read as "spatial motion" rather than "change" in general, and (5) neither the Phaedrus nor the Timaeus contains the claim that human souls are immortal, while both dialogues contain a concept of "soul-stuff;" a material from which individual souls are manufactured.

What exactly are the "parts" that make up the whole object, and how and when do they group? The answer that is proposed hinges on Emergent Features: features that materialize from the configuration which make the object more discriminable from other objects. EFs are not possessed by any individual part and are processed as or more quickly than are the properties of the parts. The present experiments focus on visual discrimination of two-line configurations in an odd-quadrant task. RT data were obtained and compared with a prediction based on the number of EF differences in the odd quadrant (the higher the number of EF differences, the faster the discrimination was predicted). The results suggest that the EFs most responsible for the variations in RT might be lateral endpoint offset, intersections, parallelism, connectivity, number of terminators, and pixel count. Future directions include investigating the individual contributions and salience of EFs.

Boolean functions play an important role in the design and analysis of symmetric-key cryptosystems, as well as having applications in other fields such as coding theory. Boolean functions acting on large number of inputs introduces the problem of computing the cryptographic properties. Traditional methods of computing these properties involve transformations which require computation and memory resources exponential in the number of input variables. When the number of inputs is large, Boolean functions are usually defined by the algebraic normal form (ANF) representation. In this thesis, methods for computing the weight and nonlinearity of Boolean functions from the ANF representation are investigated. The relation between the ANF coecients and the weight of a Boolean function was introduced by Carlet and Guillot. This expression allows the weight to be computed in $mathcal{O}(2^p)$ operations for a Boolean function containing p monomials in its ANF. In this work, a more ecient algorithm for computing the weight is proposed, which eliminates the unnecessary calculations in the weight expression. By generalizing the weight expression, a formulation of the distances to the set of linear functions is obtained. Using this formulation, the problem of computing the nonlinearity of a Boolean function from its ANF is reduced to an associated binary integer programming problem. This approach allows the computation of nonlinearity for Boolean functions with high number of input variables and consisting of small number of monomials in a reasonable time.

Boolean functions play an important role in the design and analysis of symmetric-key cryptosystems, as well as having applications in other fields such as coding theory. Boolean functions acting on large number of inputs introduces the problem of computing the cryptographic properties. Traditional methods of computing these properties involve transformations which require computation and memory resources exponential in the number of input variables. When the number of inputs is large, Boolean functions are usually defined by the algebraic normal form (ANF) representation. In this thesis, methods for computing the weight and nonlinearity of Boolean functions from the ANF representation are investigated. The relation between the ANF coefficients and the weight of a Boolean function was introduced by Carlet and Guillot. This expression allows the weight to be computed in $mathcal{O}(2^p)$ operations for a Boolean function containing $p$ monomials in its ANF. In this work, a more efficient algorithm for computing the weight is proposed, which eliminates the unnecessary calculations in the weight expression. By generalizing the weight expression, a formulation of the distances to the set of linear functions is obtained. Using this formulation, the problem of computing the nonlinearity of a Boolean function from its ANF is reduced to an associated binary integer programming problem. This approach allows the computation of nonlinearity for Boolean functions with high number of input variables and consisting of small number of monomials in a reasonable time.

The steady state response of thin-walled members subjected to harmonic forces is investigated in the present study. The governing differential equations of motion and associated boundary conditions are derived from the Hamilton variational principle. The harmonic form of the applied forces is exploited to eliminate the need to discretize the problem in the time domain, resulting in computational efficiency. The formulation is based on a generalization of the Timoshenko-Vlasov beam theory and accounts for warping effects, shear deformation effects due to bending and non-uniform warping, translational and rotary inertial effects and captures flexural-torsional coupling arising in asymmetric cross-sections. Six of the resulting seven field equations are observed to be fully coupled for asymmetric cross-sections while the equation of longitudinal motion is observed to be uncoupled. Separate closed form solutions are provided for the cases of (i) doubly symmetric cross sections, (ii) monosymmetric cross-sections, and (iii) asymmetric cross-sections. The closed-form solutions are provided for cantilever and simply-supported boundary conditions. A family of shape functions is then developed based on the exact solution of the homogeneous field equations and then used to formulate a series of super-convergent finite beam elements. The resulting two-noded beam elements are shown to successfully capture the static and dynamic responses of thin-walled members. The finite elements developed involve no special discretization errors normally encountered in other finite element formulations and provide results in excellent agreement with those based on other established finite elements with a minimal number of degrees of freedom. The formulation is also capable to predict the natural frequencies and mode-shapes of the structural members. Comparisons with non-shear deformable beam solutions demonstrate the importance of shear deformation effects within short-span members subjected to harmonic loads with higher exciting frequencies. Comparisons with shell element solution results demonstrate that distortional effects are more pronounced in cantilevers with short spans. A generalized stress extraction scheme from the finite element formulation is then developed. Also, a generalization of the analysis procedure to accommodate multiple loads with distinct exciting frequencies is established. The study is concluded with design examples which illustrate the applicability of the formulation, in conjunction with established principles of fatigue design, in determining the fatigue life of steel members subjected to multiple harmonic forces.

In the summer of 2008, over two days, my wife and I hiked the Maligne Range (Skyline) trail, situated in the Canadian Rockies near Jasper, Alberta. The 45-km trail begins in a pine forest at Maligne Lake but soon rises above the tree line. From there it winds its way across two successively higher mountain passes. In between lies a sprawling meadow speckled with colourful flowers and criss-crossed by glacial creeks. At the halfway point, the trail switchbacks steeply to the very top of the range, a vantage point that affords spectacular views in all directions. But a storm set in just as we reached the peak. Unwilling to serve as lightning rods, we broke out into a run, finding shelter only as the trail drops off quickly on the other side of the range. The breathtaking views, ruggedness and diversity of terrain, whistling marmots and sense of isolation all left a strong impression on me. I was especially delighted to realize that the very topographical contour of the trail provides a basic plan for a large-scale sonata-form structure, one that builds up in waves of tension, culminating in a fierce storm at the top: the development. In a similar vein, after the stormy material subsides (as in Beethoven’s Sixth), the descent, recalling the ascent, but now abridged and in reverse order, serves as varied recapitulation. The result is a one-movement symphony in the tradition of Sibelius’s Seventh and Barber’s First. Essentially tonal, the harmonic language is enriched with polytonal accents, modal alterations, complex chords and the colouristic usage of collections and twelve-tone techniques. Polymetre, multi-stranded canons, metric modulation and controlled aleatoric techniques enliven the rhythmic plane. The work’s structure is organic, developed out of limited yet contrasting thematic material, with all programmatic elements assuming abstract structural roles. The symphony’s bright orchestration and rhythmic vitality is indebted to composers of the modern Russian school; its emotional sweep and extremes, to Shostakovich; the scoring and harmonic content of certain dissonant chords, to Varèse; and its sense of drama and breadth, to Beethoven and Sibelius.

Syftet med studien är att belysa studenters copingprocesser, d.v.s. appraisal och copingstrategier, inför examinationsformerna salstentamen och hemtentamen. En intervjustudie genomfördes med åtta kvinnliga studenter inom samma program på en högskola i Sverige. Data analyserades med induktiv tematisk analys. Resultatet visade att examinationer oavsett form skapar stress, även om studenterna inte upplever en hemtentamen som lika hotfull eller utmanande som en salstentamen. Den tid som studenterna har till förfogande under de olika tentamina och hur de utvärderar examinationsformerna visade sig ha stor betydelse för de copingstrategier som används både inför och under hem- och salstentamen. En av de större skillnaderna visade sig vara hur studenterna studerar inför de olika tentamina. / The purpose of this study is to highlight students' copingprocesses, i.e., appraisal and coping strategies, for written exam and take-home exam. Interviews were conducted with eight female students within the same program at a university in Sweden. Data were analyzed using inductive thematic analysis. The results showed that examinations regardless of form create stress, even if the students do not experience a take-home exam as equally threatening or challenging as a written exam. The time that students have available during the different exams and the primary appraisal of the examination proved to be very important for the coping strategies used both before and during the exam. One of the major differences proved to be how students study for the different exams.

The proton is described by the electric G_E and magnetic G_M form factors which characterise its internal structure. The way to measure the proton form factors consists in measuring the angular distribution of the e-p elastic scattering accessing the so-called Space-Like region where q^2<0. Using the crossed channel pbar p<-->e+e-, one accesses another kinematical region, the so-called Time-Like region where q^2>0. However, due to the pbar p<-->e+e- threshold q^2_{th}, only the kinematical domain q^2>q^2_{th}>0 is available. To access the unphysical region, one may use the pbar p --> pi0e+e- reaction where the pi0 takes away a part of the system energy allowing q^2 to be varied between q^2_{th} and almost 0. This thesis aims to show the feasibility of such measurements with the PANDA detector which will be installed on the antiproton ring at the FAIR facility at Darmstadt. To describe the pbar p --> pi0e+e- reaction, a Lagrangian based approach is developed. The 5-fold differential cross section is determined and related to linear combinations of hadronic tensors. Under the assumption of one nucleon exchange, the hadronic tensors are expressed in terms of the 2 complex proton electromagnetic form factors. An extraction method which provides an access to the proton electromagnetic form factor ratio R=|G_E|/|G_M| and for the first time in an unpolarized experiment to the cosine of the phase difference is developed. Such measurements have never been performed in the unphysical region. Extended simulations were performed to show how the ratio R and the cosine can be extracted from the positron angular distribution. Furthermore, a model is developed for the pbar p-->pi0pi+pi- background reaction considered as the most dangerous one. The background contribution can be reduced to the percent level or even less. The corresponding signal efficiency ranges from a few % to 30%. The precision on the determination of the ratio R and of the cosine is determined using the expected counting rates via Monte Carlo method. A part of this thesis is also dedicated to more technical work with the study of the prototype of the electromagnetic calorimeter and the determination of its resolution.

I have always been told that form follows function. But does it have to be that way? I decided to see it  from another angle. Kinesics is a term form non verbal komunication. In my thesis project I have been working with body language in furniture.  I believe that furniture, just like us, has an expression and a character. We often tend to desccribe furniture with the same words as we describe people, for example: "A relaxed chair" or "a cocky table". I wanted to exaggerate the expression by applying body language to my furniture and make them become something more than just a function. I wanted to give them a character and bring them to life.